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"5 saturdays..."

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If a 31-day month has 5 Fridays, 5 Saturdays, and 5 Sundays, the first day of the month must be a Friday.
Every non-leap (standard) year has 365 days (52*7 1).
In a sequence of `standard` years the first day of every month is moved forward by one day each year. `Moved forward` means Friday -> Saturday, Saturday -> Sunday, etc....
In a leap year, the first days of January and February will be moved forward one day and the first day of months following February will be moved forward two days.
A six-year period contains either one leap year:
If the first two years of the six year cycle are not leap years then there will be only one leap year in the cycle (in either year 3 or 4).
If there is only one leap year in six years the same October calendar will reappear six years later [five one-day pushes forward one two-day push = one full week covered].
or two leap years:
If either the first or second year of the six year cycle is a leap year then there will be two leap years (in years 1 & 5 or 2 & 6) and four standard years in the six year period.
If two leap years fall in the six year period the cycle, following the second leap year February, the first day of every month will be shifted forward one additional day.

"Saturdays and sundays in the same month fairly often..."

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Frequently! For example, it happened in May 2009. Generally, every 31-day month that starts on a Friday causes this to occur. Since there are only 7 days a month can begin on, and 7 months have 31 days, the odds are pretty good you will see 5 Fridays, Saturdays and Sundays in the same month fairly often. Since we are in the month of October, check October 1982, 1993, and 1999 for example. Hope that helps!

Someone said: Regarding this 5-day phenomenon:
These PARTICULAR days in a PARTICULAR 31-day month (such as October) will occur once every 28 years.
These PARTICULAR days in ANY 31-day month will occur 0, 1, or 2 times a year.
All seven 31-day months have 3 consecutive days that occur 5 times in that month. So irrespective of particular month or particular days, this occurs 7 times a year.

"5 saturdays and 5 sundays...."

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Every 28 years. I got the same email and didn`t think it was accurate. It would take 7 years for any given month to begin on the same day of the week again. However, this gets thrown off by leap years. So I just multiplied 7 x 4, got 28, added that to 2010, and googled for a calendar of October 2038. Lo and behold, it has 5 Fridays, 5 Saturdays and 5 Sundays.

Someone said: Jan 2010. Glad i did my research.. you know that crap is going around in texts too!. Nah...There is one month almost every year. You must've misunderstood the fact that it only happens in the month of October every 823 years. It happens in the others months quite frequently. It really does only happen every 823 years. I looked back the last few years and foward the next few and haven't found another October that has 5 weekends.. ...what? If you look at your computer's calender, both October 2004 and October 2010 have the exact same situation: it starts on a Friday, and therefore there are 5 Fridays, Saturdays, and Sundays. Even look to the future, at October 2021! Unless 2004 to 2010 differ by 823 years (or 2021 to 2010 do), this idea of 'once every 823 years' is utterly ridiculous.
To be honest, I'm rather curious what years the commenter above me looked at to reach their conclusion of the existence of this 823 year gap.. This December does not have a similar rare event. this December has four Sat and four Sun. check again.. This all is being based off of a chinese calendar, not ours.. For one million fix deposite for two years and interest every month. A friend of mine was driving a suv hit his car the guy left without exchanging info but my friend called 911

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How often is there 5 fridays 5 saturdays and 5 sundays in the month of july?